An Alternate View of Nuclear Structure
Aran David Stubbs
Family 1++
This family includes groups with 3 dimensions of skewing, and no separate eccentricity. The dimension with the least skew is of degree 1.
Each cell has cell title plus surface sphere count, interior sphere count, and baryon count (half the sum of above 2). Layer 1 has less than 3 dimensions with skew. Parent of S a b c layer 2 is S a-1 b-1 c-1 layer 1.
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Layer 2 |
Layer 3 |
Layer 4 |
Layer 5 |
Layer 6 |
Layer 7 |
Layer 8 |
Skew111 |
32S,8I A=20 |
60S,40I A=50 |
96S,100I A=98 |
140S,196I A=168 |
192S,336I A=264 |
252S,528I A=390 |
320S,780I A=550 |
Skew112 |
42S,14I A=28 |
74S,56I A=65 |
114S,130I A=122 |
162S,244I A=203 |
218S,406I A=312 |
282S,624I A=453 |
354S,906I A=630 |
Skew113 |
52S,20I A=36 |
88S,72I A=80 |
132S,160I A=146 |
184S,292I A=238 |
244S,476I A=360 |
312S,720I A=516 |
388S,1032I A=710 |
Skew114 |
62S,26I A=44 |
102S,88I A=95 |
150S,190I A=170 |
206S,340I A=273 |
270S,546I A=408 |
342S,816I A=579 |
422S,1158I A=790 |
Skew115 |
72S,32I A=52 |
116S,104I A=110 |
168S,220I A=194 |
228S,388I A=308 |
296S,616I A=456 |
372S,912I A=642 |
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Skew116 |
82S,38I A=60 |
130S,120I A=125 |
186S,250I A=218 |
250S,436I A=343 |
322S,686I A=504 |
402S,1008I A=705 |
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Skew117 |
92S,44I A=68 |
144S,136I A=140 |
204S,280I A=242 |
272S,484I A=378 |
348S,756I A=552 |
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Skew118 |
102S,50I A=76 |
158S,152I A=155 |
222S,310I A=266 |
294S,532I A=413 |
374S,826I A=600 |
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Skew119 |
112S,56I A=84 |
172S,168I A=170 |
240S,340I A=290 |
316S,580I A=448 |
400S,896I A=648 |
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Skew11A |
122S,62I A=92 |
186S,184I A=185 |
258S,370I A=314 |
338S,628I A=483 |
426S,966I A=696 |
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Skew11B |
132S,68I A=100 |
200S,200I A=200 |
276S,400I A=338 |
360S,676I A=518 |
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Skew11C |
142S,74I A=108 |
214S,216I A=215 |
294S,430I A=362 |
382S,724I A=553 |
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Skew11D |
152S,80I A=116 |
228S,232I A=230 |
312S,460I A=386 |
404S,772I A=588 |
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Skew11E |
162S,86I A=124 |
242S,248I A=245 |
330S,490I A=410 |
426S,820I A=623 |
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Skew122 |
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54S,24I A=39 |
90S,78I A=84 |
134S,168I A=151 |
186S,302I A=244 |
246S,488I A=367 |
314S,734I A=524 |
Skew123 |
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66S,34I A=50 |
106S,100I A=103 |
154S,206I A=180 |
210S,360I A=285 |
274S,570I A=422 |
346S,844I A=595 |
Skew124 |
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78S,44I A=61 |
122S,122I A=122 |
174S,244I A=209 |
234S,418I A=326 |
302S,652I A=477 |
378S,954I A=666 |
Skew125 |
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90S,54I A=72 |
138S,144I A=141 |
194S,282I A=238 |
258S,476I A=367 |
330S,734I A=532 |
410S,1064I A=737 |
Skew126 |
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102S,64I A=83 |
154S,166I A=160 |
214S,320I A=267 |
282S,534I A=408 |
358S,816I A=587 |
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Skew127 |
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114S,74I A=94 |
170S,188I A=179 |
234S,358I A=296 |
306S,592I A=449 |
386S,898I A=642 |
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Skew128 |
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126S,84I A=105 |
186S,210I A=198 |
254S,396I A=325 |
330S,650I A=490 |
414S,980I A=697 |
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Skew129 |
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138S,94I A=116 |
202S,232I A=217 |
274S,434I A=354 |
354S,708I A=531 |
442S,1062I A=752 |
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Skew12A |
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150S,104I A=127 |
218S,254I A=236 |
294S,472I A=383 |
378S,766I A=572 |
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Skew12B |
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162S,114I A=138 |
234S,276I A=255 |
314S,510I A=412 |
402S,824I A=613 |
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Skew133 |
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80S,48I A=64 |
124S,128I A=126 |
176S,252I A=214 |
236S,428I A=332 |
304S,664I A=484 |
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Skew134 |
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94S,62I A=78 |
142S,156I A=149 |
198S,298I A=248 |
262S,496I A=379 |
334S,758I A=546 |
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Skew135 |
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108S,76I A=92 |
160S,184I A=172 |
220S,344I A=282 |
288S,564I A=426 |
364S,852I A=608 |
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Skew136 |
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122S,90I A=106 |
178S,212I A=195 |
242S,390I A=316 |
314S,632I A=473 |
394S,946I A=670 |
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Skew137 |
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136S,104I A=120 |
196S,240I A=218 |
264S,436I A=350 |
340S,700I A=520 |
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Skew138 |
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150S,118I A=134 |
214S,268I A=241 |
286S,482I A=384 |
366S,768I A=567 |
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Skew139 |
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164S,132I A=148 |
232S,296I A=264 |
308S,528I A=418 |
392S,836I A=614 |
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Skew13A |
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178S,146I A=162 |
250S,324I A=287 |
330S,574I A=452 |
418S,904I A=661 |
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Skew13B |
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192S,160I A=176 |
268S,352I A=310 |
352S,620I A=486 |
444S,972I A=708 |
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Skew144 |
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110S,80I A=95 |
162S,190I A=176 |
222S,352I A=287 |
290S,574I A=432 |
366S,864I A=615 |
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Skew145 |
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126S,98I A=112 |
182S,224I A=203 |
246S,406I A=326 |
318S,652I A=485 |
398S,970I A=684 |
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Skew146 |
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142S,116I A=129 |
202S,258I A=230 |
270S,460I A=365 |
346S,730I A=538 |
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Skew147 |
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158S,134I A=146 |
222S,292I A=257 |
294S,514I A=404 |
374S,808I A=591 |
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Skew148 |
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174S,152I A=163 |
242S,326I A=284 |
318S,568I A=443 |
402S,886I A=644 |
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Skew149 |
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190S,170I A=180 |
262S,360I A=311 |
342S,622I A=482 |
430S,964I A=697 |
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Skew14A |
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206S,188I A=197 |
282S,394I A=338 |
366S,676I A=521 |
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Skew14B |
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222S,206I A=214 |
302S,428I A=365 |
390S,730I A=560 |
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Skew155 |
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144S,120I A=132 |
204S,264I A=234 |
272S,468I A=370 |
348S,740I A=544 |
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Skew156 |
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162S,142I A=152 |
226S,304I A=265 |
298S,530I A=414 |
378S,828I A=603 |
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Skew157 |
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180S,164I A=172 |
248S,344I A=296 |
324S,592I A=458 |
408S,916I A=662 |
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Skew158 |
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198S,186I A=192 |
270S,384I A=327 |
350S,654I A=502 |
438S,1004I A=721 |
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Skew159 |
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216S,208I A=212 |
292S,424I A=358 |
376S,716I A=546 |
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Skew15A |
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234S,230I A=232 |
314S,464I A=389 |
402S,778I A=590 |
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Skew166 |
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182S,168I A=175 |
250S,350I A=300 |
326S,600I A=463 |
410S,926I A=668 |
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Skew167 |
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202S,194I A=198 |
274S,396I A=335 |
354S,670I A=512 |
442S,1024I A=733 |
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Skew168 |
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222S,220I A=221 |
298S,442I A=370 |
382S,740I A=561 |
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Skew177 |
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224S,224I A=224 |
300S,448I A=374 |
384S,748I A=566 |
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